ma142ahw9

ma142ahw9 - Math 142a Homework #9 - due in drop box by 5...

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∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε Math 142a – Homework #9 - due in drop box by 5 P.M. Friday, March 12 Read Lang, pp. 109-120 and Lectures Part 5, pp. 82-94. Or look at Wikipedia on Taylor's formula. ∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε∃δ∃∀∂∞ ∀ε 1) Use Taylor's formula to approximate e to at least 3 decimal places. 2) Use the integral formula for the inverse sine: 2 0 sin 1 y dt Arc y t = and the binomial series (Lang, page 112, lecture notes, pages 85-6) to find a power series for Arcsin(y) for |y| < 1. 3)
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